{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# HiddenLayer Training Demo - TensorFlow"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import time\n",
    "import random\n",
    "import numpy as np\n",
    "import tensorflow as tf\n",
    "import hiddenlayer as hl"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Basic Use Case\n",
    "\n",
    "To track your training, you need to use two Classes: History to store the metrics, and Canvas to draw them.\n",
    "This example simulates a training loop."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# A History object to store metrics\n",
    "history1 = hl.History()\n",
    "\n",
    "# A Canvas object to draw the metrics\n",
    "canvas1 = hl.Canvas()\n",
    "\n",
    "# Simulate a training loop with two metrics: loss and accuracy\n",
    "loss = 1\n",
    "accuracy = 0\n",
    "for step in range(800):\n",
    "    # Fake loss and accuracy\n",
    "    loss -= loss * np.random.uniform(-.09, 0.1)\n",
    "    accuracy = max(0, accuracy + (1 - accuracy) * np.random.uniform(-.09, 0.1))\n",
    "\n",
    "    # Log metrics and display them at certain intervals\n",
    "    if step % 10 == 0:\n",
    "        # Store metrics in the history object\n",
    "        history1.log(step, loss=loss, accuracy=accuracy)\n",
    "\n",
    "        # Plot the two metrics in one graph\n",
    "        canvas1.draw_plot([history1[\"loss\"], history1[\"accuracy\"]])\n",
    "\n",
    "        time.sleep(0.1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Comparing Experiments\n",
    "\n",
    "Often you'd want to compare how experiments compare to each other. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# New history and canvas objects\n",
    "history2 = hl.History()\n",
    "canvas2 = hl.Canvas()\n",
    "\n",
    "# Simulate a training loop with two metrics: loss and accuracy\n",
    "loss = 1\n",
    "accuracy = 0\n",
    "for step in range(800):\n",
    "    # Fake loss and accuracy\n",
    "    loss -= loss * np.random.uniform(-.09, 0.1)\n",
    "    accuracy = max(0, accuracy + (1 - accuracy) * np.random.uniform(-.09, 0.1))\n",
    "\n",
    "    # Log metrics and display them at certain intervals\n",
    "    if step % 10 == 0:\n",
    "        history2.log(step, loss=loss, accuracy=accuracy)\n",
    "\n",
    "        # Draw two plots\n",
    "        # Encluse them in a \"with\" context to ensure they render together\n",
    "        with canvas2:\n",
    "            canvas2.draw_plot([history1[\"loss\"], history2[\"loss\"]],\n",
    "                              labels=[\"Loss 1\", \"Loss 2\"])\n",
    "            canvas2.draw_plot([history1[\"accuracy\"], history2[\"accuracy\"]],\n",
    "                              labels=[\"Accuracy 1\", \"Accuracy 2\"])\n",
    "        time.sleep(0.1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Saving and Loading Histories\n",
    "\n",
    "The History object store the metrics in RAM, which is often good enough for simple \n",
    "expriments. To keep the history, you can save/load them with."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save experiments 1 and 2\n",
    "history1.save(\"experiment1.pkl\")\n",
    "history2.save(\"experiment2.pkl\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Load them again. To verify it's working, load them into new objects.\n",
    "h1 = hl.History()\n",
    "h2 = hl.History()\n",
    "h1.load(\"experiment1.pkl\")\n",
    "h2.load(\"experiment2.pkl\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Verify the data is loaded"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Last Step: 790\n",
      "Training Time: 0:00:29.004116\n"
     ]
    }
   ],
   "source": [
    "# Show a summary of the experiment\n",
    "h1.summary()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Draw a plot of experiment 2\n",
    "hl.Canvas().draw_plot(h2[\"accuracy\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Custom Visualizations\n",
    "\n",
    "Adding new custom visualizations is pretty easy. Derive a new class from `Canvas` and add your new method to it. You can use any of the drawing functions provided by `matplotlib`.\n",
    "\n",
    "Here is an example to display the accuracy metric as a pie chart."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "class MyCanvas(hl.Canvas):\n",
    "    \"\"\"Extending Canvas to add a pie chart method.\"\"\"\n",
    "    \n",
    "    def draw_pie(self, metric):\n",
    "        # Method name must start with 'draw_' for the Canvas to automatically manage it\n",
    "        \n",
    "        # Use the provided matplotlib Axes in self.ax\n",
    "        self.ax.axis('equal')  # set square aspect ratio\n",
    "\n",
    "        # Get latest value of the metric\n",
    "        value = np.clip(metric.data[-1], 0, 1)\n",
    "        \n",
    "        # Draw pie chart\n",
    "        self.ax.pie([value, 1-value], labels=[\"Accuracy\", \"\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In addition to the pie chart, let's use image visualizations (which is built-in)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x864 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "history3 = hl.History()\n",
    "canvas3 = MyCanvas()  # My custom Canvas\n",
    "\n",
    "# Simulate a training loop\n",
    "loss = 1\n",
    "accuracy = 0\n",
    "for step in range(400):\n",
    "    # Fake loss and accuracy\n",
    "    loss -= loss * np.random.uniform(-.09, 0.1)\n",
    "    accuracy = max(0, accuracy + (1 - accuracy) * np.random.uniform(-.09, 0.1))\n",
    "\n",
    "    if step % 10 == 0:\n",
    "        # Log loss and accuracy\n",
    "        history3.log(step, loss=loss, accuracy=accuracy)\n",
    "\n",
    "        # Log a fake image metric (e.g. image generated by a GAN)\n",
    "        image = np.sin(np.sum(((np.indices([32, 32]) - 16) * 0.5 * accuracy) ** 2, 0))\n",
    "        history3.log(step, image=image)\n",
    "        \n",
    "        # Display\n",
    "        with canvas3:\n",
    "            canvas3.draw_pie(history3[\"accuracy\"])\n",
    "            canvas3.draw_plot([history3[\"accuracy\"], history3[\"loss\"]])\n",
    "            canvas3.draw_image(history3[\"image\"])\n",
    "\n",
    "        time.sleep(0.1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Running without a GUI\n",
    "\n",
    "If the training loop is running on a server without a GUI, then use the `History` `progress()` method to print a text status."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Step 790: loss: 0.0016491898094282559  accuracy: 0.9975958550359458  \n"
     ]
    }
   ],
   "source": [
    "# Print the metrics of the last step.\n",
    "history1.progress()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can also periodically saving a snapshot of the graphs to disk to view later. See `demos/history_demo.py` for an example.\n",
    "\n",
    "First, set matplotlib backend to Agg.\n",
    "```Python\n",
    "# Set matplotlib backend to Agg. MUST be done BEFORE importing hiddenlayer\n",
    "import matplotlib\n",
    "matplotlib.use(\"Agg\")\n",
    "```\n",
    "\n",
    "Then, in the training loop:\n",
    "```\n",
    "    # Print a text progress status in the loop\n",
    "    history.progress()\n",
    "\n",
    "    # Occasionally, save a snapshot of the graphs.\n",
    "    canvas.draw_plot([h[\"loss\"], h[\"accuracy\"]])\n",
    "    canvas.save(\"training_graph.png\")\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Real Training Example"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Import the model code\n",
    "from tf_cifar10 import CIFAR10\n",
    "\n",
    "# Create data directory in project root (to download dataset to)\n",
    "ROOT_DIR = os.path.dirname(os.path.abspath(os.getcwd()))\n",
    "DATA_DIR = os.path.join(ROOT_DIR, \"test_data\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "# CIFAR10 dataset and model\n",
    "batch_size = 50\n",
    "cifar10 = CIFAR10(batch_size=batch_size, data_dir=DATA_DIR)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "cifar10.train_data\tTensor  float64 (50000, 32, 32, 3)  min: 0.000  max: 1.000\n",
      "cifar10.train_labels\tTensor  float64 (50000, 10)  min: 0.000  max: 1.000\n",
      "cifar10.test_data\tTensor  float64 (10000, 32, 32, 3)  min: 0.000  max: 1.000\n",
      "cifar10.test_labels\tTensor  float64 (10000, 10)  min: 0.000  max: 1.000\n"
     ]
    }
   ],
   "source": [
    "# Inspect data and labels\n",
    "hl.write(\"cifar10.train_data\", cifar10.train_data)\n",
    "hl.write(\"cifar10.train_labels\", cifar10.train_labels)\n",
    "hl.write(\"cifar10.test_data\", cifar10.test_data)\n",
    "hl.write(\"cifar10.test_labels\", cifar10.test_labels)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Build the TensorFlow Graph\n",
    "tf_graph = tf.Graph()\n",
    "\n",
    "with tf_graph.as_default():\n",
    "    # Placeholders\n",
    "    inputs = tf.placeholder(\n",
    "        tf.float32, \n",
    "        shape=(batch_size, cifar10.img_size, cifar10.img_size, cifar10.num_channels))\n",
    "    outputs = tf.placeholder(tf.float32, shape=[batch_size, cifar10.num_classes])\n",
    "    # Build model\n",
    "    predictions = cifar10.model(inputs)\n",
    "\n",
    "    # Loss and optimizer\n",
    "    loss_op = tf.reduce_mean(tf.nn.softmax_cross_entropy_with_logits_v2(\n",
    "        logits=predictions, labels=outputs))\n",
    "    optimizer = tf.train.MomentumOptimizer(\n",
    "        learning_rate=0.01, momentum=0.9).minimize(loss_op)\n",
    "\n",
    "    # Metrics\n",
    "    accurate_preds = tf.equal(tf.argmax(predictions, axis=1), tf.argmax(outputs, axis=1))\n",
    "    accuracy_op = tf.reduce_mean(tf.cast(accurate_preds, tf.float32))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
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      "text/plain": [
       "<hiddenlayer.graph.Graph at 0x7fcaeebab240>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Display graph\n",
    "hl.build_graph(tf_graph)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualize Training Progress"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 864x576 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Run training loop for a few epochs\n",
    "with tf_graph.as_default():\n",
    "    # Instantiate history and canvas\n",
    "    cifar_history = hl.History()\n",
    "    cifar_canvas = hl.Canvas()\n",
    "\n",
    "    # Setup TF training session\n",
    "    sess = tf.Session()\n",
    "    \n",
    "    # Run the initializer\n",
    "    sess.run(tf.global_variables_initializer())\n",
    "\n",
    "    for epoch in range(3):\n",
    "        batches, _ = divmod(cifar10.train_len, batch_size)\n",
    "        for batch in range(batches):\n",
    "            # Fetch training samples\n",
    "            _input = cifar10.train_data[batch*batch_size : (batch+1)*batch_size]\n",
    "            _output = cifar10.train_labels[batch*batch_size : (batch+1)*batch_size]\n",
    "\n",
    "            # Train\n",
    "            _, loss, accuracy = sess.run([optimizer, loss_op, accuracy_op], \n",
    "                                         feed_dict={inputs : _input, outputs : _output})\n",
    "\n",
    "            # Print stats\n",
    "            if batch & batch % 100 == 0:\n",
    "                # Log metrics: loss, accuracy, and one weights matrix\n",
    "                conv1_weights = tf_graph.get_tensor_by_name('conv1/conv2d/kernel:0').eval(session=sess)\n",
    "                cifar_history.log((epoch, batch),\n",
    "                                  loss=loss,\n",
    "                                  accuracy=accuracy,\n",
    "                                  conv1_weights=conv1_weights)\n",
    "                # Display graphs\n",
    "                with cifar_canvas:\n",
    "                    cifar_canvas.draw_plot([cifar_history[\"loss\"], cifar_history[\"accuracy\"]])\n",
    "                    cifar_canvas.draw_hist(cifar_history[\"conv1_weights\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
